Absolute Value Equations
Radical Equations
Fraction Equations
Mixed Equations
Ch. 1 Review
Ch. 2 Review
100

|x-1/2|=2

What is x = 2.5 and x = -1.5

100

(x+1)^2 = 5

What is x = 1.24 and -3.24

x = -root 2 5-1

x = root 2 5 -1

100

3/45 = y /30

What is y = 2

100

7x-3 = 4x+3

What is x = 2

100

If f(x) = 3x-9, determine f(-2)

What is -15

100

Describe the transformations & State the parent function

y = -2(x+4)+2

Reflected, skinny, left 4, up 2. Parabola. 

200

3|2x+10| = 30

What is x = 0 and x = -10

200

root 2 (3y+2) = 9

What is 

x = 79/3 or 26.3

200

x/3-10/6 = -6/3

What is x = -1

200

6(-2-x)= -5(2x+4)

What is x = -2

200
If g(x) = -x, determine g(-2)
What is -4
200

Make a complete graph of y = (x+2)+4. Your graph needs to include your locator point & a minimum of 3 additional points. 

300

|2x-1| + 3 = 6

What is x = 2 and x = -1 

300

2root 2 (5-x) +3 = -1

What is no solution

300

x/2 +1 = 3/(2x)

What is x = 1

300

3x^2+5x-7 = 0

What is x = 0.9 and x = -2.6 

300

What is the domain & range for the graph below. W

What is Domain (- infinity, 6)

What is Range (-infinity, 6)

300

Rewrite into graphing form & identify the center and radius

x^2+y^2+18x-8y+47 = 0

Center (-9,4) and the radius is 

root 2 50

What is 

(x+9)^2+(y-4)^2=50

400

2|4x-3| = -2

What is no solution

400

3( root 2 (x-1) -1)=0

What is x = 2

400

(x+6)/(x-3) -4 = (x+2)/(x-3)

What is x = 4

400

5(x-4)^3=135

What is x = 7

400

Graph and identify the x and y intercepts for 

y = -3/2x+8

What is 

400

Write an equation for the function. 

What is y = -x3+3

500

|3x+2| = 4x+5

What is x = -3 (Extraneous) and x = -1 

500

root 2 (x+14) -2 = x

What is x = -5 (Extraneous) and x =2 

500

(10x^2-10x)/(x^2+2x)=1

What is x = 0 (EXTRANEOUS) and x = 4/3

500

(x-2)(x+7) = -1 +2x

What is x = -5.4 and x = 2.4 

500

Define the intervals where the graph is increasing. Describe the intervals where the graph is decreasing. 


Increasing (- infinity , 3)

Decreasing (3,6)

500

When Ms. Bibbi kicked a soccer ball, it traveled a horizontal distance of 150 feet and reached a maximum height of 100 feet at its highest point. Write an equation that models the path of the soccer ball. 

y = -4/225(x-75)^2+100